solve 2x-5y=26 and x-5y=3 with substition

Answer 1

x = 23, y= 4, (x,y) = (23,4) the intersection point if you graph the two equations

2x-5y = 26, x-5y =3, multiply that 2nd equation by 2 and subtract from the 1st equation

2x-10y =3

5y = 20

y=20/5 = 4

x = 3+5y = 3+5(4) = 23